ASYMPTOTIC EFFICIENCY OF A CLASS OF c-SAMPLE TESTS
ASYMPTOTIC EFFICIENCY OF A CLASS OF c-SAMPLE TESTS
For testing the equality of $c$ continuous probability distributions on the basis of $c$ independent random samples, the test statistics of the form $\mathscr{L} = \sum^c_{j = 1} m_j\lbrack(T_{N,j} - \mu_{N,j})/A_N\rbrack^2$ are considered. Here $m_j$ is the size of the $j$th sample, $\mu_{N,j}$ and $A_N$ are normalizing constants, and $T_{N,j} …